# ranked-lists-data.jl

n = 25;  # Number of items to rank
m = 50;  # Number of lists observed
k = 10;  # Number of comparisons per list

# Set Sigma to be a k-by-m matrix where each column represents a set
# of comparison preferences.  So here, column 1 of Sigma (after the
# transpose) indicates that 1 is preferred to 13 is preferred to 9 is
# preferred to 24, etc.
Sigma = [  1  13   9  24  17  20  10   7  14  25
           23  13   9  16  11  19  20   8   6  22
           3   5  12  16  11   4   7  14  18  15
           13   9   5  16  19   2   7   6  25  18
           1   9   5  16  11   4  20   8   6  25
           9  17  21  11  19   8  10   6  18  15
           1  13   9  24  16  19  10   7  18  22
           1   9  17  21  16  19   8   2   7  15
           1  13  24  21  16   8   2   7   6  25
           1   9  24  21   4  19   2  10   7  15
           3  24  17  21  16   4  19   8  14  18
           23   1  13   9   3  21  10   7  14   6
           23   3  24  17  12  20   8  14  22  15
           13   3  17  16   4   2   7  25  18  22
           23   9   5  21  16   4  19   2  14   6
           1   9   5  24  17  19   8   7  18  22
           23   3  24  16  11   8  10   7  14   6
           13   9  21  12   4  19   8   2  14   6
           23   9   5  12  16   4   8   7   6  18
           9  24  17  12  11  19   6  25  22  15
           1  13  17  12  16  11   2   7  25  22
           1  13   3  21  12  11   4  10  18  22
           23   1  13  21  12   8   2  14  25  18
           13   9   3   5  17  12  16   4   6  22
           1  24  12  16  19   2  10  14  18  22
           1  13   3   4  19   8  10   7  14  18
           13   5  12  16  11   4  10   7   6  18
           13  17  21  16  11   8  10   7  25  15
           23   9   3  24  16  19  20  25  22  15
           13   3  21  12  16   4   2  10   7  22
           3   5  16  11  19  20   2   7  14  15
           13   5  17  12  16  11   2   7  18  22
           1   9   3  21  19  10  14   6  18  22
           23   9   5  24  16   8  10   6  18  22
           1  13   9   5  24  17  16  20  10  18
           13   3  24  17  16   4  19  20   7  14
           1  13   5  21   4  20   8   7   6  18
           1   3  21  12  16  20   8  14  25  18
           23   1   9  24  12  10  14   6  18  22
           23   1   5  24  20   2  10  14  18  15
           23  13   9   3   5  24  21  16   6  15
           23   1   3  12  11  19   8   2  10  14
           13   9  24  17  12  11  20  14  22  15
           1  13   3  24  21  16  11  20  10  22
           13   3  24  12  16  20  10   6  25  22
           23   1   5  17  12  11  20   8   7  22
           23  13   3   5  17  11   4   6  25  15
           13   9  24  17   4  20   8   2  14  15
           1   9   3  24  17   4  20   7  14  25
           1   9  11   4   8   2  10  18  22  15
           ];
Sigma = Sigma';
